7.2. Варианты практического задания.
Таблица 2. Варианты заданий.
№ | Функция F(x) | интервал | шаг | Вывести график функции y(F(x)) |
1 | sin(x) + cos(3x) | [0, 2π] | 2π /36 | |
2 | 2sin(2x) + 0.5sin(x) | [0, 2π] | 2π /36 | |
3 | sin(x) – cos(x) | [0, 2π] | 2π /36 | |
4 | 2sin(x) + cos(x) | [0, 2π] | 2π /36 | |
5 | sin(3x) + cos(x) | [0, 2π] | 2π /36 | |
6 | 2cos(2x) | [0, 2π] | 2π /36 | |
7 | sin(2x) – cos(x) | [0, 2π] | 2π /36 | |
8 | cos(x) – sin(x) | [0, 2π] | 2π /36 | |
9 | cos(3x) + sin(x) | [0, 2π] | 2π /36 | |
10 | 3sin(x) + cos(x) | [0, 2π] | 2π /36 | |
11 | 3cos(x) + sin(x) | [0, 2π] | 2π /36 | |
12 | sin(x) + 2cos(3x) | [0, 2π] | 2π /36 | |
13 | 2sin(3x) | [0, 2π] | 2π /36 | |
14 | 3sin(x) – cos(x) | [0, 2π] | 2π /36 | |
15 | sin(2x) + cos(2x) | [0, 2π] | 2π /36 | |
16 | sin(3x) + cos(3x) | [0, 2π] | 2π /36 | |
17 | 3cos(2x) | [0, 2π] | 2π /36 | |
18 | sin(2x) – cos(2x) | [0, 2π] | 2π /36 | |
19 | cos(x) – 3sin(x) | [0, 2π] | 2π /36 | |
20 | cos(3x) + 2sin(x) | [0, 2π] | 2π /36 | |
21 | sin(0.5x) + cos(x) | [0, 2π] | 2π /36 | |
22 | cos(0.5x) + sin(x) | [0, 2π] | 2π /36 | |
23 | cos(2x) + cos(0.5x) | [0, 2π] | 2π /36 | |
24 | sin(3x) + 0.5sin(x) | [0, 2π] | 2π /36 | |
25 | 0.5sin(x) + cos(3x) | [0, 2π] | 2π /36 | |
26 | 0.5sin(2x) | [0, 2π] | 2π /36 | |
27 | sin(0.5x) – cos(x) | [0, 2π] | 2π /36 | |
28 | 2sin(x) + 0.5cos(x) | [0, 2π] | 2π /36 | |
29 | sin(3x) + 0.5sin(x) | [0, 2π] | 2π /36 | |
30 | 2cos(2x)+cos(0.5) | [0, 2π] | 2π /36 | |
Приложение 1